topic ArcMap4.1- error with opening in Admin Tools Questions

topic ArcMap4.1- error with opening in Admin Tools Questions https://community.esri.com/t5/admin-tools-questions/arcmap4-1-error-with-opening/m-p/880692#M132 <HTML><HEAD></HEAD><BODY><P>I tried to open ArcMap 4.1 but the program wouldn't open and I got the error message shown below. Does anyone know of a fix to this issue that doesn't involve a program reinstallation?</P><P></P><P><IMG src="data:image/png;base64,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" /></P></BODY></HTML> Wed, 04 Oct 2017 16:30:37 GMT TimAnderson5 2017-10-04T16:30:37Z ArcMap4.1- error with opening https://community.esri.com/t5/admin-tools-questions/arcmap4-1-error-with-opening/m-p/880692#M132 <HTML><HEAD></HEAD><BODY><P>I tried to open ArcMap 4.1 but the program wouldn't open and I got the error message shown below. Does anyone know of a fix to this issue that doesn't involve a program reinstallation?</P><P></P><P><IMG src="data:image/png;base64,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" /></P></BODY></HTML> Wed, 04 Oct 2017 16:30:37 GMT https://community.esri.com/t5/admin-tools-questions/arcmap4-1-error-with-opening/m-p/880692#M132 TimAnderson5 2017-10-04T16:30:37Z